S=[];
S=[S;   0   1  0.854008  0.084013  0.056349 -1.190761  0.175654  0.336753];
S=[S;   0   3  0.823565 -0.089681 -0.026114 -1.233167  0.047261  0.409603];
S=[S;   0   4  0.781555 -0.132856 -0.054283 -1.268950  0.048804  0.487395];
S=[S;   1   0  0.868922  0.026651  0.054268 -1.155487  0.241943  0.286565];
S=[S;   1   1  0.936272  0.064530  0.062479 -1.129363  0.230122  0.193091];
S=[S;   1   2  0.910983 -0.018991  0.014692 -1.163135  0.149813  0.252153];
S=[S;   1   3  0.903053 -0.077182  0.000182 -1.177172  0.075788  0.274119];
S=[S;   1   4  0.854751 -0.071598 -0.120452 -1.192264 -0.007593  0.337513];
S=[S;   1   5  0.846617 -0.073218 -0.149100 -1.182409 -0.008676  0.335793];
S=[S;   2   1  0.979170  0.029238 -0.000706 -1.116496  0.165363  0.137327];
S=[S;   2   2  0.967951 -0.037851 -0.031268 -1.136029  0.139663  0.168078];
S=[S;   2   3  0.938382 -0.059066 -0.071418 -1.144652  0.045017  0.206270];
S=[S;   2   4  0.929523  0.002644 -0.142899 -1.155285 -0.035122  0.225763];
S=[S;   2   6  0.635041  0.003530  0.032656 -1.130142  0.140045  0.495100];
S=[S;   3   0  1.015580  0.117013 -0.093940 -0.975523  0.178928 -0.040057];
S=[S;   3   2  1.015993 -0.076968 -0.084996 -1.111606  0.155256  0.095613];
S=[S;   3   3  1.015073 -0.109451  0.006423 -1.131789  0.106213  0.116716];
S=[S;   3   4  0.924044 -0.064382 -0.013431 -1.136368  0.071267  0.212323];
S=[S;   3   5  0.745797 -0.080294 -0.017725 -1.179737  0.080007  0.433940];
S=[S;   3   6  0.710298 -0.064940  0.035154 -1.148782  0.121153  0.438485];
S=[S;   4   2  1.058221  0.104525 -0.152158 -1.113917  0.107107  0.055696];
S=[S;   4   3  1.117290 -0.079848 -0.054701 -1.052165  0.005639 -0.065125];
S=[S;   4   4  0.881419 -0.224290 -0.006484 -1.104128 -0.050538  0.222710];
S=[S;   4   5  0.800609 -0.101360  0.039068 -1.141351  0.099861  0.340742];
S=[S;   5   1  1.063410 -0.168781 -0.048527 -0.792854  0.036824 -0.270556];
S=[S;   5   3  1.093911 -0.234207  0.006697 -0.846866  0.026619 -0.247045];
S=[S;   5   4  1.005992 -0.314183  0.046202 -0.930253 -0.046184 -0.075739];
S=[S;   5   5  0.930843 -0.112063  0.069534 -0.937118  0.062916  0.006275];
S=[S;   5   6  0.838069 -0.112104  0.126160 -0.995176  0.032571  0.157107];
S=[S;   6   2  1.011845 -0.567679  0.032955 -0.399504  0.106626 -0.612341];
S=[S;   6   3  0.825357 -0.823567  0.038957 -0.213141  0.184398 -0.612216];
S=[S;   6   4  0.994289 -0.301799  0.133493 -0.617450  0.017603 -0.376839];
S=[S;   7   1  1.068088 -0.467394  0.001273 -0.555460 -0.032318 -0.512627];
S=[S;   7   2  0.994867 -0.733349 -0.024637 -0.246636 -0.038909 -0.748232];
S=[S;   7   3  0.832050 -0.832076 -0.075338 -0.396926  0.009604 -0.435125];
S=[S;   7   6  0.984174  0.280048  0.142054 -0.903594  0.019389 -0.080580];
S=[S;   8   0  0.927062 -0.377804 -0.004946 -0.874664 -0.161066 -0.052398];
S=[S;   8   1  0.991101 -0.438188  0.075389 -0.851279 -0.100379 -0.139822];
S=[S;   8   2  1.082460 -0.448648 -0.019139 -0.785840 -0.050400 -0.296620];
S=[S;   8   3  0.961354 -0.150821  0.035265 -0.783133 -0.008989 -0.178220];
S=[S;   8   4  0.989225  0.137226  0.119403 -0.837076 -0.054218 -0.152149];
S=[S;   8   5  1.013281  0.150910  0.163294 -0.941036 -0.067947 -0.072245];
S=[S;   8   6  1.020778  0.226229  0.163019 -0.955354 -0.015556 -0.065424];
S=[S;   9   0  0.981920 -0.046142  0.056042 -0.866061 -0.236432 -0.115859];
S=[S;   9   1  0.910144 -0.274124  0.153592 -0.983056 -0.002406  0.072912];
S=[S;   9   2  1.091617 -0.097050  0.154778 -0.958148 -0.084195 -0.133469];
S=[S;   9   3  1.028762  0.230750  0.061890 -1.020431 -0.145059 -0.008330];
S=[S;   9   4  1.045309  0.317908  0.136142 -0.983755 -0.109608 -0.061555];
S=[S;   9   5  1.056580  0.293246  0.157360 -0.962615 -0.107548 -0.093965];
S=[S;   9   6  1.070207  0.249573  0.165482 -1.008015 -0.031979 -0.062192];
S=[S;  10   0  0.979809 -0.050804 -0.063465 -0.915501 -0.113668 -0.064309];
S=[S;  10   1  1.018884 -0.083950  0.181441 -0.992621  0.123818 -0.026263];
S=[S;  10   2  1.015461 -0.044007  0.325846 -0.865427 -0.187132 -0.150034];
S=[S;  10   3  1.036194  0.357141  0.008794 -0.985302 -0.252416 -0.050892];
S=[S;  10   4  0.970398  0.395212  0.084758 -1.118768 -0.211549  0.148370];
S=[S;  10   5  1.126715  0.280652  0.064757 -1.023853 -0.130278 -0.102863];
S=[S;  10   6  1.099477  0.223649  0.134005 -1.168738 -0.066885  0.069261];
S=[S;  11   0  1.097993  0.218543  0.150868 -0.854093  0.056066 -0.243900];
S=[S;  11   1  0.993317  0.039406  0.312409 -1.012993  0.011974  0.019676];
S=[S;  11   2  0.919748  0.143297  0.444389 -0.980081 -0.205051  0.060333];
S=[S;  11   3  0.984830  0.366532  0.048959 -1.034965 -0.223687  0.050135];
S=[S;  11   4  0.986261  0.399858  0.111586 -1.023081 -0.218272  0.036819];
S=[S;  11   5  1.165669  0.232085  0.016811 -1.044497 -0.042015 -0.121172];
S=[S;  12   0  1.114027  0.233439  0.168457 -0.776988  0.004630 -0.337039];
S=[S;  12   1  0.966003  0.086718  0.298963 -0.875653 -0.104472 -0.090351];
S=[S;  12   2  0.843438  0.000681  0.330898 -1.041055 -0.304277  0.197617];
S=[S;  12   3  0.973686  0.177418  0.149899 -1.091301 -0.165082  0.117615];
S=[S;  12   4  1.068822  0.222188  0.103499 -1.054575 -0.129965 -0.014247];
S=[S;  12   5  1.131415  0.117416  0.054574 -1.111831 -0.053058 -0.019584];
S=[S;  12   6  1.132016  0.116258  0.044425 -1.097048 -0.059228 -0.034969];
S=[S;  13   0  1.124233  0.207654  0.218470 -0.832516 -0.002910 -0.291717];
S=[S;  13   1  1.070099  0.117675  0.247971 -0.962679 -0.120994 -0.107419];
S=[S;  13   2  0.924702  0.083044  0.305751 -0.988395 -0.094712  0.063693];
S=[S;  13   3  0.984315  0.132912  0.142944 -1.068609 -0.063924  0.084294];
S=[S;  13   5  1.124427  0.089668  0.089304 -1.070583 -0.007664 -0.053844];
S=[S;  13   6  1.147673  0.041963  0.036284 -1.094663 -0.046033 -0.053011];

scale=0.2;
pas=0.05;
zer=zeros(size(S,1),1);
%  X Y See Sen Seu Snn Snu Suu

%map
figure ;  hold on
%See
pl(1,1)=quiver3(S(:,1)-pas,S(:,2),zer,-1*S(:,3),zer,zer,scale,'b');
pl(1,2)=quiver3(S(:,1)+pas,S(:,2),zer,S(:,3),zer,zer,scale,'b');
%Sen
pl(2,1)=quiver3(S(:,1),S(:,2)-pas,zer,-1*S(:,4),zer,zer,scale,'r');
pl(2,2)=quiver3(S(:,1),S(:,2)+pas,zer,S(:,4),zer,zer,scale,'r');
%Snn
pl(3,1)=quiver3(S(:,1),S(:,2)+pas,zer,zer,-1*S(:,6),zer,scale,'m');
pl(3,2)=quiver3(S(:,1),S(:,2)-pas,zer,zer,S(:,6),zer,scale,'m');
%Sne
pl(4,1)=quiver3(S(:,1)+pas,S(:,2),zer,zer,-1*S(:,4),zer,scale,'g');
pl(4,2)=quiver3(S(:,1)-pas,S(:,2),zer,zer,S(:,4),zer,scale,'g');

% %Seu
% pl(5,1)=quiver3(S(:,1),S(:,2),zer-pas,-1*S(:,4),zer,zer,scale,'g');
% pl(5,2)=quiver3(S(:,1),S(:,2),zer+pas,S(:,4),zer,zer,scale,'g');

legend(pl(:,1),'See','Sen','Snn','Sne')
axis image